architectural form

Appears in 36 extracted records.

Back to Domains.

Representative papers

• Analogies from 2D to 3D Exercises in Disciplined Creativity (1999)
• Symmetrohedra: Polyhedra from Symmetric Placement of Regular Polygons (2001)
• Mathematical Sculpture Classification (2003)
• Labyrinth as Myth, Metaphor and Model (2003)
• Glide Reflection and other Combined Transformations (2004)
• Twisted Domes (2004)
• Intersecting Cylinders and the Jitterbug (2004)
• Polyhedral Transformation: Explosion-Implosion (2005)
• Some New Tilings of the Sphere with Congruent Triangles (2005)
• Developable Sculptural Forms of Ilhan Koman (2006)
• On a Family of Symmetric, Connected and High Genus Sculptures (2006)
• Paper Sculptures with Vertex Deflection (2006)
• Inout Sculptures (2007)
• Mathematics Is Art (2009)
• Amazing Labyrinths, Further Developments (2009)
• Tubular Sculptures (2009)
• At What Level Do Mathematical References Act In Contemporary Architecture? (2011)
• Conformal Tiling on a Torus (2011)
• From Chain-link Fence to Space-Spanning Mathematical Structures (2011)
• Mitered Fractal Trees: Constructions and Properties (2012)
• Bringing M.C. Escher’s Planaria to Life (2012)
• An Arts Project Uncovering an Important Scientific Advance (2013)
• Artfully Folding Hexagons, Dodecagons, and Dodecagrams (2013)
• [[papers/2013/bridges2013-71|Folded Strips of Rhombuses, and a Plea for the $\sqrt{2}:1$ Rhombus]] (2013)
• Closed Loops with Antiprisms (2014)
• Elevations and Stellations (2014)
• A Zometool Model of the B-DNA (2016)
• Fractal Gaskets: Reptiles, Hamiltonian Cycles, and Spatial Development (2016)
• Conics from Polygons: The Chord Ratio Construction (2017)
• Art and Recreational Math Based on Kite-Tiling Rosettes (2018)
• Self-Similarity and the Tumbling Square (2018)
• Two-Layer Woven Surfaces with Planar Faces (2018)
• Discrete Gyroid Surface (2019)
• Using GeoGebra and 3D printing for introducing Voronoi diagrams in school (2019)
• Reciprocal Polyhedral Forms using Strip Pairs (2020)
• Spiky Soccer Balls: Generalized Polar Zonohedral Clusters (2025)